Cryptocurrency Converter Calculator Tool

To confirm an OTC trade, you must have the required amount of coins that you are selling in your account. For example, if you want to buy 10 BTC with USDT and the price per BTC is 10,000 USDT, then you must have at least 100,000 USDT in your account to confirm the trade. However, there will be a spread (if you are buying, our prices will be above the market price. If you are selling, our price will be below the market price). Even if you’ve only been in the crypto world for a brief time, you’d already be familiar with the volatility of the crypto market where prices fluctuate almost daily. Phemex is a professional and trustworthy global cryptocurrency and derivatives trading platform.

  • And the most frequently requested cryptocurrency exchange rate is, of course, the Bitcoin exchange rate.
  • Bitrue is a crypto exchange platform that joined the crypto space...
  • Coinsurges covers fintech, blockchain and Bitcoin bringing you the latest news and analyses on the future of money.

Any investment in blockchain assets involves the risk of loss of part or all of your investment. The value of the blockchain assets you exchange is subject to market and other investment risks. Godex.io created the most convenient, fully automated, fast converter, with which you can change one of the more than 200 coins http://dallasgzss736.fotosdefrases.com/koers-grafieken-marktkapitalisatie-en-andere-metrics-voor-pi-pi for another in a matter of seconds. All popular and promising tokens that may be of interest to you are presented. All new products that are of interest in the market quickly get into the list for exchange on our platform. With that being said, the APY can also fluctuate based on the token price and the total amount of deposits.

The space available for transactions in a block is currently artificially limited to 1 MB in the Bitcoin network. This means that to get your transaction processed quickly you will have to outbid other users. Gold and diamonds are called precious metals only because access to them is limited in Western society. Gold and diamonds gain the majority of their value only when they are placed in a literal store of value — a jewelry store with high prices and security. With the currency calculator, you can quickly and easily convert amounts between any currencies. In total, there are about 160 different currencies available on the currency calculator.

Therefore, a trustworthy and transparent data source becomes integral to getting crypto market capitalization numbers on track. However, selling or exchanging assets after less than one year triggers short-term capital gains, with regular income tax rates, up to 37% for top earners. If you’re interested investing in any cryptocurrency, the potential of your investment depends heavily on the market. Despite today’s wild headlines, there’s no single cryptocurrency that guarantees a positive return.

What if the cryptocurrency tax calculator shows a loss?

The company says it has over 500,000 users and tracks over $20 billion worth of crypto assets across 25 blockchains and over 300 exchanges. Its user count has grown fivefold since April 2020 when it first amassed 100,000 users. Credit cards offer some of the lowest currency exchange rates. Card companies base their exchange rates on wholesale prices offered to bigger institutions, so you're bound to get a fair rate. You can simplify this process by using a crypto gains calculator. These work by aggregating your data and then automatically linking your cost bases to your sales, using accounting methods like FIFO or LIFO.

<img src="data:image/jpeg;base64,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"